On the Design of Coordinated Impedance Control Laws for De-orbiting and De-Spinning of Cooperative Satellites*

Kostas Nanos, E. Papadopoulos
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Abstract

In several on-orbit applications, such as deorbiting, continuous contact between a servicing robot (chaser) and a serviced satellite (target) is needed. The task includes chaser free-space motion and subsequent contact interaction with a floating target. To achieve this, usually grasping of the satellite is proposed. However, most of the existing satellites on orbit have no dedicated grapple fixtures. In this paper, a coordinated impedance control law is proposed for the de-orbiting of a target via continuous contact and without grasping between the chaser end-effector and the target. Since both the manipulator’s end-effector and the spacecraft base are controlled, the developed controller guarantees singularity avoidance in addition to maintaining continuous contact between the two bodies. Also, this controller is adapted to be employed in the de-spinning of a rotating satellite with known angular velocity via continuous contact. The developed control laws apply to spatial systems and are illustrated by planar examples.
合作卫星离轨与自旋协调阻抗控制律设计研究*
在一些在轨应用中,例如离轨,服务机器人(追踪者)和服务卫星(目标)之间需要持续接触。该任务包括追逐者的自由空间运动和随后与浮动目标的接触交互。为了实现这一目标,通常提出了对卫星的抓取。然而,轨道上现有的大多数卫星都没有专用的抓斗装置。本文提出了一种跟踪器末端执行器与目标连续接触而不抓握的目标离轨协调阻抗控制律。由于机械手的末端执行器和航天器基座都被控制,因此所设计的控制器在保证两体连续接触的同时,还能保证避免奇异。该控制器也适用于已知角速度的旋转卫星连续接触解旋。所建立的控制律适用于空间系统,并通过平面算例加以说明。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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